Harry Rauch

Q: What Schools Are Affiliated With Harry Rauch

Harry Rauch is affiliated with the following schools: University of California, Berkeley, Princeton University, Yeshiva University, University of Pennsylvania

Harry Rauch's AcademicInfluence.com Rankings

Harry Rauch

Mathematics

#3507

Historical Rank

Measure Theory

#3093

Historical Rank

mathematics Degrees

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Mathematics

Why Is Harry Rauch Influential?

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According to Wikipedia, Harry Ernest Rauch was an American mathematician, who worked on complex analysis and differential geometry. He was born in Trenton, New Jersey, and died in White Plains, New York. Rauch earned his PhD in 1948 from Princeton University under Salomon Bochner with thesis Generalizations of Some Classic Theorems to the Case of Functions of Several Variables. From 1949 to 1951 he was a visiting member of the Institute for Advanced Study. He was in the 1960s a professor at Yeshiva University and from the mid-1970s a professor at the City University of New York. His research was on differential geometry , Riemann surfaces, and theta functions.

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Harry Rauch's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

On the maximum likelihood estimates for linear dynamic systems (1965) (1773)
On Differential Geometry in the Large. (1953) (362)
Solutions to the linear smoothing problem (1963) (220)
Weierstrass points, branch points, and moduli of riemann surfaces (1959) (138)
A CONTRIBUTION TO DIFFERENTIAL GEOMETRY IN THE LARGE (1951) (136)
Theta functions with applications to Riemann surfaces (1974) (125)
A transcendental view of the space of algebraic Riemann surfaces (1965) (89)
Elliptic functions, theta functions, and Riemann surfaces (1974) (64)
ON THE MODULI OF RIEMANN SURFACES. (1955) (62)
ON THE TRANSCENDENTAL MODULI OF ALGEBRAIC RIEMANN SURFACES. (1955) (55)
Period Relations of Schottky Type on Riemann Surfaces (1970) (42)
Moduli of punctured tori and the accessory parameter of Lamé’s equation (1979) (41)
The singularities of the modulus space (1962) (31)
Harmonic and Analytic Functions Of Several Variables and The Maximal Theorem Of Hardy and Littlewood (1956) (24)
ON EXTREMAL QUASI-CONFORMAL MAPPINGS. I. (1954) (22)
The magic flute (1978) (20)
Optimum estimation of satellite trajectories including random fluctuations in drag (1965) (19)
Geodesics and curvature in differential geometry in the large (1959) (17)
LINEAR ESTIMATION OF SAMPLED STOCHASTIC PROCESSES WITH RANDOM PARAMETERS (1962) (14)
Geodesics, symmetric spaces, and differential geometry in the large (1953) (11)
Relations between two kinds of theta constants on a riemann surface. (1968) (9)
Theta constants on a Riemann surface with many automorphisms (1970) (9)
Differential Geometry and Complex Analysis: A Volume Dedicated to the Memory of Harry Ernest Rauch (1984) (8)
Two kinds of theta constants and period relations on a riemann surface. (1969) (7)
The global study of geodesics in symmetric and nearly symmetricRiemannian manifolds (1961) (7)
Theta constants of two kinds on a compact Riemann surface of genus 2 (1970) (4)
ON EXTREMAL QUASI-CONFORMAL MAPPINGS. II. (1954) (4)
Optimum estimation of linear dynamic systems with random sampling and quantization errors (1967) (3)
Schottky Implies Poincaré (1971) (3)
Buckling of a Complete Spherical Shell Under Uniform External Pressure (1978) (3)
Errata: On the Moduli of Riemann Surfaces (1955) (3)
The vanishing of a theta is a peculiar phenomenon (1967) (3)
ON MODULI IN CONFORMAL MAPPING. (1955) (3)
Addendum to weierstrass points, branch points, and moduli of riemann surfaces (1960) (3)
Elastic Plates and Shells and the Stability of Thin-Walled Structures. (1976) (2)
CRUDE THEORETICAL MODELS OF JET‐DRIVEN WIND INSTRUMENTS AND THE EDGETONE (1979) (2)
On the Poincaré Relation (1974) (2)
Functional independence of theta constants (1968) (2)
The local ring of the genus three modulus space at Klein’s 168 surface (1967) (2)
Instability of Thin-Walled Spherical Structures under External Pressure††This research was partially sponsored by the Air Force Office of Scientific Research, Air Force Systems Command, U.S.A.F., under Grant No. AFOSR-71-2063A. The United States Government is authorized to reproduce and distribute r (1974) (1)
Least squares estimation with a large number of parameters (1967) (1)
Optimum estimation of satellite trajectories including the effect ofrandom variations in drag (1964) (0)
SIMPLE ILLUSTRATIONS OF THE USES OF EXPLICIT COMPUTATION OF THETA CONSTANTS (1974) (0)
Period Relations on Riemann Surfaces (1971) (0)
Table, A PL-1 Program for Computing Certain Integrals of the Product of Three Legendre Polynomials Useful in Computing the Buckling of Thin Walled Spherical Structures. (1975) (0)
Mathematics Through Statistics (1979) (0)
SPHERE, a Program for Computing Buckling Loads of Spherical Shells under uniform Pressure. (1975) (0)
Holomorphic embedding of complex curves in spaces of constant holomorphic curvature. (1972) (0)

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What Schools Are Affiliated With Harry Rauch?

Harry Rauch is affiliated with the following schools: